Optimización y reparto de costes en problemas de inventario centralizados
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[ES] Este trabajo de fin de grado es una revisión bibliográfica de las principales situaciones de cooperación multi-agente en problemas de inventario centralizados. El análisis de esta clase de problemas tiene dos objetivos fundamentales. Tras la formulación del modelo matemático adecuado, se identifica la política óptima de inventario a seguir y que minimiza los costes conjuntos da cooperación para los posibles grupos de individuos. Una vez determinada, se deben repartir los costes resultantes de esa colaboración entre los agentes involucrados en el problema, usando para este fin resultados propios de la teoría de juegos.
[EN] This thesis is a literature review of the main situations multi-agent cooperation in centralized inventory problems. The analysis of this kind of problems has two fundamental objectives. After the formulation of the appropriate mathematical model, the optimal inventory policy, that minimizes the joint costs of cooperation for the possible groups of individuals, is identiFIed. Once determined, the costs resulting from that cooperationtion have to be allocated among the agents involved in the problem, using for this purpose results from game theory.
[EN] This thesis is a literature review of the main situations multi-agent cooperation in centralized inventory problems. The analysis of this kind of problems has two fundamental objectives. After the formulation of the appropriate mathematical model, the optimal inventory policy, that minimizes the joint costs of cooperation for the possible groups of individuals, is identiFIed. Once determined, the costs resulting from that cooperationtion have to be allocated among the agents involved in the problem, using for this purpose results from game theory.
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Traballo Fin de Grao en Matemáticas. Curso 2020-2021
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